tolga's profile - overview

● Critic   × 1

• Solving equation

● Enthusiast   × 1

● Self-Learner   × 1

• Defining new operators with specific rules

● Citizen Patrol   × 1

• to check whether matrix B is principal submatrix of A in sagemath

● Supporter   × 1

• show command latex

● Good Answer   × 2

• Sagemath 9.5 vs Sagemath 10.3
• Which version of sage does the sage cell server use?

● Scholar   × 1

• How do we define commutation relations?

● Teacher   × 1

• How does one use Sage under Windows 10?

● Student   × 1

• A frontend with 2D input and palettes

● Civic Duty   × 1

• It's really hard to build sage... why???

● Enlightened   × 1

• Which version of sage does the sage cell server use?

● Nice Answer   × 11

• Solving equations in SageMath
• Coefficient of a single variable polynomial over a modular ring
• Windows version
• installing sagemath on Windows 10
• installation of sage on an apple m1 for a mac newbie
• exp(x/(x+1)+1/(x+1)) fails to be simplified
• Reduced form of symbolic expressions
• n*1/n^2 for n = 1,2,3,50.
• Sagemath 9.5 vs Sagemath 10.3
• Which version of sage does the sage cell server use?
• Solving this differential equation

● Good Question   × 1

• A frontend with 2D input and palettes

● Editor   × 1

• How does one use Sage under Windows 10?

● Commentator   × 1

• Maxima wants to know whether %k1 is positive or negative

● Nice Question   × 1

• A frontend with 2D input and palettes

● Notable Question   × 6

• How do we define commutation relations?
• More system resources for SageMath
• A frontend with 2D input and palettes
• Speeding up symbolic nested loops
• Defining new operators with specific rules
• Google Colab

● Famous Question   × 3

• How do we define commutation relations?
• More system resources for SageMath
• Google Colab

● Popular Question   × 7

• A frontend with 2D input and palettes
• How do we define commutation relations?
• More system resources for SageMath
• Speeding up symbolic nested loops
• Defining new operators with specific rules
• Multiplication of tensor elements
• Google Colab